import{E as H,r as L,aj as I,q as h,B as z,aR as w,a8 as B,a7 as G,K as S,aa as P,n as o,o as g,C,aM as u,L as n,h as V,aE as j,l as N}from"./index-ajJ0B2-K.js";const U="Give the literal expression of a perimeter and an area of a quadrilateral",W="08/03/2022",X="af8bb",Y="4L10-2";function Z(){H.call(this),this.consigne="Express the perimeter and area of the following rectangles and squares using a reduced literal expression.",this.nbQuestions=4,this.nbCols=2,this.nbColsCorr=2,this.video="",this.nouvelleVersion=function(){this.listeQuestions=[],this.listeCorrections=[],this.autoCorrection=[];const J=["a","b","c","d","e","f","t","u","v","w","y","z"],K=L(0,10,5),$=J[K],r=J[K+1],l=L(2,4),A=L(5,8),F=I(["r1","r2","r3","c"],this.nbQuestions);for(let Q=0,m,p,f,x,e,s,a,i,y,k,v,q,D,E,T,c,b,d,t,M=0;Q<this.nbQuestions&&M<50;){switch(d="",t="",F[Q]){case"c":m=h(0,0),p=z(m,4,0),f=j(m,p,-90),x=j(p,m,90),c=S(m,p,f,x),c.epaisseur=2,b=P([c,o(`$${$}$`,2,4.7)]),b.optionsTikz="baseline={([yshift={-\\ht\\strutbox}]current bounding box.north)}",d+=g(b,c,n(m,p,f),n(m,x,f),n(x,f,p),n(p,m,x),u("//","blue",m,p,p,f,f,x,x,m),o(`$${$}$`,2,4.7)),t+="Scope:",t+=`<br>$\\mathcal{P} =${$}+${$}+${$}+${$}$`,t+=`<br>$\\mathcal{P} =4${$}$`,t+="<br>Area:",t+=`<br>$\\mathcal{A} =${$}\\times ${$}$`,t+=`<br>$\\mathcal{A} =${$}^2$`;break;case"r1":e=h(0,0),s=z(e,6,0),a=w(e,s,-90,2/3),i=B(a,G(s,e)),c=S(e,s,a,i),c.epaisseur=2,T=V([1,2]),T===1?(b=P([c,o(`$${$}$`,3,4.7),o(`$${r}$`,-.7,2)]),b.optionsTikz="baseline={([yshift={-\\ht\\strutbox}]current bounding box.north)}",d+=g(b,c,n(e,s,a),n(s,a,i),n(a,i,e),n(i,e,s),u("/","red",e,s,a,i),u("||","blue",s,a,i,e),o(`$${$}$`,3,4.7),o(`$${r}$`,-.7,2)),t+="Scope:",t+=`<br>$\\mathcal{P} =${$}+${r}+${$}+${r}$`,t+=`<br>$\\mathcal{P} =2${$}+2${r}$`,t+="<br>Area:",t+=`<br>$\\mathcal{A} =${$}\\times ${r}$`,t+=`<br>$\\mathcal{A} =${$}${r}$`):(b=P([c,o(A,3,4.7),o(`$${$}$`,-.7,2)]),b.optionsTikz="baseline={([yshift={-\\ht\\strutbox}]current bounding box.north)}",d+=g(b,c,n(e,s,a),n(s,a,i),n(a,i,e),n(i,e,s),u("/","red",e,s,a,i),u("||","blue",s,a,i,e),o(A,3,4.7),o(`$${$}$`,-.7,2)),t+="Scope:",t+=`<br>$\\mathcal{P} =${A}+${$}+${A}+${$}$`,t+=`<br>$\\mathcal{P} =2${$}+${2*A}$`,t+="<br>Area:",t+=`<br>$\\mathcal{A} =${A}\\times ${$}$`,t+=`<br>$\\mathcal{A} =${A}${$}$`);break;case"r2":e=h(0,0),s=z(e,6,0),a=w(e,s,-90,1/3),i=B(a,G(s,e)),y=h(2,1.7),k=h(2,2.3),v=h(4,1.7),q=h(4,2.3),D=h(2,2),E=h(4,2),c=S(e,s,a,i),c.epaisseur=2,T=V([1,2]),T===1?(b=P([c,o(`$${$}$`,1,2.7),o(`$${$}$`,-.7,1)]),b.optionsTikz="baseline={([yshift={-\\ht\\strutbox}]current bounding box.north)}",d+=g(b,c,n(e,s,a),n(s,a,i),n(a,i,e),n(i,e,s),C(y,k),C(v,q),u("/","red",[i,D,E,a]),u("/","red",s,a,i,e),o(`$${$}$`,1,2.7),o(`$${$}$`,-.7,1)),t+="Scope:",t+=`<br>$\\mathcal{P} =${$}+${$}+${$}+${$}+${$}+${$}+${$}+${$}$`,t+=`<br>$\\mathcal{P} =8${$}$`,t+="<br>Area:",t+=`<br>$\\mathcal{A} =${$}\\times ${$}+${$}\\times ${$}+${$}\\times ${$}$`,t+=`<br>$\\mathcal{A} =3${$}^2$`):(b=P([c,o(`$${$}$`,1,2.7),o(`$${r}$`,-.7,1)]),b.optionsTikz="baseline={([yshift={-\\ht\\strutbox}]current bounding box.north)}",d+=g(b,c,n(e,s,a),n(s,a,i),n(a,i,e),n(i,e,s),C(y,k),C(v,q),u("/","red",[i,D,E,a]),u("/","red",s,a,i,e),o(`$${$}$`,1,2.7),o(`$${r}$`,-.7,1)),t+="Scope:",t+=`<br>$\\mathcal{P} =${$}+${$}+${$}+${r}+${$}+${$}+${$}+${r}$`,t+=`<br>$\\mathcal{P} =6${$}+2${r}$`,t+="<br>Area:",t+=`<br>$\\mathcal{A} =${$}\\times ${r}+${$}\\times ${r}+${$}\\times ${r}$`,t+=`<br>$\\mathcal{A} =3${$}${r}$`);break;case"r3":e=h(0,0),s=z(e,6,0),a=w(e,s,-90,2/3),i=B(a,G(s,e)),y=h(l,3.7),k=h(l,4.3),c=S(e,s,a,i),c.epaisseur=2,b=P([c,o(`$${$}$`,l/2,4.7),o(`$${r}$`,3+l/2,4.7),o(l,-.7,2)]),b.optionsTikz="baseline={([yshift={-\\ht\\strutbox}]current bounding box.north)}",d+=g(b,c,n(e,s,a),n(s,a,i),n(a,i,e),n(i,e,s),u("/","red",e,s,a,i),u("||","blue",s,a,i,e),C(y,k),o(`$${$}$`,l/2,4.7),o(`$${r}$`,3+l/2,4.7),o(l,-.7,2)),t+="Scope:",t+=`<br>$\\mathcal{P} =${l} + ${$} + ${r} + ${l} + ${$} + ${r}$`,t+=`<br>$\\mathcal{P} =2\\times${l}+2\\times ${$}+2\\times ${r}$`,t+=`<br>$\\mathcal{P} =2${$}+2${r}+${2*l}$`,t+="<br>Area:",t+=`<br>$\\mathcal{A} =${l}\\times (${$}+${r})$`,t+=`<br>$\\mathcal{A} =${l}\\times ${$}+${l}\\times ${r}$`,t+=`<br>$\\mathcal{A} =${l}${$}+${l}${r}$`;break}this.questionJamaisPosee(Q,d)&&(this.listeQuestions.push(d),this.listeCorrections.push(t),Q++),M++}N(this)}}export{W as dateDePublication,Z as default,Y as ref,U as titre,X as uuid};
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